The following faculty members have research interests in Optimization and Mathematical Modeling. Details about each persons research, publications and information about thesis topics can be found on each person’s home page.
Computational and Applied Mathematics, Optimization and Mathematical Modeling
Dynamical systems; pattern formation; fluid dynamics, hydrodynamic and hydromagnetic stability and bifurcation; numerical analysis; mathematical modeling
Partial Differential Equations, Waves in Random Media, Inverse Problems, Quantum Transport
My research focuses on how the interplay between ecological and evolutionary mechanisms affects the dynamics and persistence of ecological systems. We particularly focus on disease ecology and trait-based approaches in ecology and use quantitative techniques to address questions in these areas.
